Answer:
$3200
Explanation:
The depreciation expense under the conventional straight line depreciation will be calculated using the following formula:
Straight-line Depreciation = (Cost - Scrap Value) / Useful Life
The useful life here is 5 years, cost is $24000 and scrap value is $0 which can be calculated using the following formula:
Straight-line Depreciation = ($24,000 - 0) / 5 Years = $4800 per year
This is for a year and we need for the year end 31 December, 2019 for eight months.
The per month depreciation charge = $4800 / 12 = $400 per month
For 8 months = $400 * 8 months = $3200
Answer:
$157,000
Explanation:
The calculation of estimated cash receipts from accounts receivable collections in May is shown below:-
Collections from sales of may = $200,000 × 20%
= $40,000
Collections from sales of April = $150,000 × 70%
= $105,000
Collections from sales of prior period = $12,000
Estimated Collections in May month = Collections from sales of may + Collections from sales of April + Collections from sales of prior period
= $40,000 + $105,000 + $12,000
= $157,000
So, for computing the estimated collection in may month we simply applied the above formula.
Answer:
The contribution margin from each customer of the individual business segment is $24.75
Explanation:
Contribution margin from each customer of the individual business:
Customers = 400
Revenue = $35000
Variable cost = $25100
Total Contribution margin = Revenue – Variable cost
= $35000 - $25100
= $9900
Contribution margin from each customer of the individual business :- = Total Contribution margin/customers
= $9900/400
= $24.75
Therefore, The contribution margin from each customer of the individual business segment is $24.75
Is this true of false? i would need more info
Interactive is the answer